Some Calculus II students can pass this exam without any studying, but all students should review the topics before taking the exam. The material on the exam is divided into two areas: Differentiation ...

Introduction to the Riemann integral and approximations. Antiderivatives and the fundamental theorem of calculus. Change of variables, methods of integration. Applications of the integral. Improper ...

This is an introduction to Calculus designed for students in the social sciences. The topics we are going to cover in the spring term are integral and its applications, basics of differential ...

This module is a compulsory module for students on the Computer Science and Mathematics course. This module is the second of three calculus modules, whose collective aim is to provide the basic ...

If you’re not sure whether to start in MATH 105 (Calculus I), MATH 106 (Calculus II), or beyond, start here. GOAL The purpose of these exams is to help you decide whether you should skip Math 105 ...

What’s more, the methods that we use in this module to solve problems in the calculus of variations will only find those solutions which are in \(C^2[a,b]\). More advanced techniques (i.e. beyond ...

This deck has been adapted from paul's' Online Notes, Wikipedia, and MIT OpenCourseWare. This deck is a continual work in progress. This deck uses LaTex to display formulas, but is in trasition to use ...

Serves as a continuation of Calculus I. Integration and techniques of integration including the substitution method, integration by parts, trigonometric integrals, trigonometric substitution, ...

7. Equation of Straight Lines & Hyperplanes in 3D Space. 8. Position Vector function's Calculus. 9. Find the angle between 2 Vectors, Tail to Tail positioned Vectors. 10. Position Vectors Function's ...